![4-{[4-(2-Hydroxyethyl)piperazin-1-yl]carbonyl}benzeneboronic acid hydrochloride](data:image/png;base64,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)
| Product Number | 8H60-5-38 |
| Purity | 97 % |
| CAS | 913835-44-6 |
| MDL Number | MFCD09027218 |
| Molecular Formula | C13H20BClN2O4 |
| Molecular Weight | 314.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory